
Anonymous User (login or join us) 
(85.4 M)MPEG4
(98.7 M)MPEG4
(98.8 M)MPEG4
(100.4 M)MPEG4
(101.4 M)MPEG4
(101.7 M)MPEG4
(102.7 M)MPEG4
(103.4 M)MPEG4
(104.4 M)MPEG4
(104.8 M)MPEG4
(105.4 M)MPEG4
(105.7 M)MPEG4
(105.7 M)MPEG4
(105.9 M)MPEG4
(106.4 M)MPEG4
(106.8 M)MPEG4
(106.9 M)MPEG4
(107.3 M)MPEG4
(107.5 M)MPEG4
(107.7 M)MPEG4
(107.7 M)MPEG4
(108.1 M)MPEG4
(108.3 M)MPEG4
(108.5 M)MPEG4
(108.6 M)MPEG4
(108.9 M)MPEG4
(109.2 M)MPEG4
(109.5 M)MPEG4
(109.8 M)MPEG4
(111.1 M)MPEG4
(111.8 M)MPEG4
(112.0 M)MPEG4
(112.3 M)MPEG4
(114.9 M)MPEG4
(116.1 M)MPEG4
(156.8 M)Ogg Video
(158.4 M)Ogg Video
(176.2 M)Ogg Video
(186.9 M)Ogg Video
(187.7 M)Ogg Video
(188.8 M)Ogg Video
(190.6 M)Ogg Video
(192.3 M)Ogg Video
(194.2 M)Ogg Video
(195.1 M)Ogg Video
(195.2 M)Ogg Video
(196.1 M)Ogg Video
(198.2 M)Ogg Video
(199.0 M)Ogg Video
(199.1 M)Ogg Video
(199.6 M)Ogg Video
(200.0 M)Ogg Video
(200.5 M)Ogg Video
(200.8 M)Ogg Video
(200.9 M)Ogg Video
(201.0 M)Ogg Video
(201.7 M)Ogg Video
(204.2 M)Ogg Video
(205.0 M)Ogg Video
(205.4 M)Ogg Video
(206.0 M)Ogg Video
(206.0 M)Ogg Video
(207.4 M)Ogg Video
(209.2 M)Ogg Video
(209.5 M)Ogg Video
(211.8 M)Ogg Video
(212.5 M)Ogg Video
(212.6 M)Ogg Video
(215.1 M)Ogg Video
(221.0 M)Ogg Video
Creative Commons license: AttributionNoncommercialShare Alike 3.0
Movie Files  MPEG4  Ogg Video 

Lecture 01: Derivatives, slope, velocity, rate of change 
112.0 MB

212.6 MB

Lecture 02: Limits, continuity; Trigonometric limits 
114.9 MB

212.5 MB

Lecture 03: Derivatives of products, quotients, sine, cosine 
108.5 MB

199.1 MB

Lecture 04: Chain rule; Higher derivatives 
100.4 MB

158.4 MB

Lecture 05: Implicit differentiation, inverses 
106.8 MB

196.1 MB

Lecture 06: Exponential and log; Logarithmic differentiation; hyperbolic functions 
104.4 MB

186.9 MB

Lecture 07: Hyperbolic functions and exam 1 review 
111.1 MB

195.2 MB

Lecture 09: Linear and quadratic approximations 
101.4 MB

190.6 MB

Lecture 10: Curve sketching 
112.3 MB

215.1 MB

Lecture 11: Maxmin problems 
108.9 MB

176.2 MB

Lecture 12: Related rates 
108.3 MB

207.4 MB

Lecture 13: Newton's method and other applications 
116.1 MB

221.0 MB

Lecture 14: Mean value theorem; Inequalities 
108.1 MB

205.4 MB

Lecture 15: Differentials, antiderivatives 
106.4 MB

201.0 MB

Lecture 16: Differential equations, separation of variables 
98.8 MB

187.7 MB

Lecture 18: Definite integrals 
102.7 MB

195.1 MB

Lecture 19: First fundamental theorem of calculus 
104.8 MB

200.8 MB

Lecture 20: Second fundamental theorem 
107.7 MB

204.2 MB

Lecture 21: Applications to logarithms and geometry 
109.5 MB

206.0 MB

Lecture 22: Volumes by disks and shells 
108.6 MB

206.0 MB

Lecture 23: Work, average value, probability 
105.7 MB

200.9 MB

Lecture 24: Numerical integration 
109.8 MB

209.5 MB

Lecture 25: Exam 3 review 
107.5 MB

199.6 MB

Lecture 27: Trigonometric integrals and substitution 
101.7 MB

192.3 MB

Lecture 28: Integration by inverse substitution; completing the square 
105.4 MB

200.0 MB

Lecture 29: Partial fractions 
105.7 MB

201.7 MB

Lecture 30: Integration by parts, reduction formulae 
111.8 MB

211.8 MB

Lecture 31: Parametric equations, arclength, surface area 
98.7 MB

188.8 MB

Lecture 32: Polar coordinates; area in polar coordinates 
107.3 MB

205.0 MB

Lecture 33: Exam 4 review 
106.9 MB

199.0 MB

Lecture 35: Indeterminate forms  L'Hôspital's rule 
105.9 MB

198.2 MB

Lecture 36: Improper integrals 
107.7 MB

200.5 MB

Lecture 37: Infinite series and convergence tests 
109.2 MB

209.2 MB

Lecture 38: Taylor's series 
103.4 MB

194.2 MB

Lecture 39: Final review 
85.4 MB

156.8 MB

Image Files  Thumbnail  Animated GIF 

Lecture 01: Derivatives, slope, velocity, rate of change 
4.0 KB

410.4 KB

Lecture 02: Limits, continuity; Trigonometric limits 
4.3 KB

410.9 KB

Lecture 03: Derivatives of products, quotients, sine, cosine 
4.6 KB

416.7 KB

Lecture 04: Chain rule; Higher derivatives 
4.7 KB

410.6 KB

Lecture 05: Implicit differentiation, inverses 
5.3 KB

425.0 KB

Lecture 06: Exponential and log; Logarithmic differentiation; hyperbolic functions 
6.0 KB

403.5 KB

Lecture 07: Hyperbolic functions and exam 1 review 
4.7 KB

402.7 KB

Lecture 09: Linear and quadratic approximations 
6.2 KB

403.1 KB

Lecture 10: Curve sketching 
4.1 KB

434.3 KB

Lecture 11: Maxmin problems 
4.8 KB

410.0 KB

Lecture 12: Related rates 
5.0 KB

426.9 KB

Lecture 13: Newton's method and other applications 
6.4 KB

409.9 KB

Lecture 14: Mean value theorem; Inequalities 
4.8 KB

408.5 KB

Lecture 15: Differentials, antiderivatives 
4.5 KB

406.1 KB

Lecture 16: Differential equations, separation of variables 
4.9 KB

407.4 KB

Lecture 18: Definite integrals 
6.4 KB

432.1 KB

Lecture 19: First fundamental theorem of calculus 
5.8 KB

415.5 KB

Lecture 20: Second fundamental theorem 
6.3 KB

420.2 KB

Lecture 21: Applications to logarithms and geometry 
5.9 KB

404.5 KB

Lecture 22: Volumes by disks and shells 
5.3 KB

395.6 KB

Lecture 23: Work, average value, probability 
4.7 KB

399.9 KB

Lecture 24: Numerical integration 
5.5 KB

417.0 KB

Lecture 25: Exam 3 review 
4.6 KB

410.5 KB

Lecture 27: Trigonometric integrals and substitution 
5.2 KB

399.9 KB

Lecture 28: Integration by inverse substitution; completing the square 
5.5 KB

404.0 KB

Lecture 29: Partial fractions 
5.0 KB

405.0 KB

Lecture 30: Integration by parts, reduction formulae 
5.1 KB

417.1 KB

Lecture 31: Parametric equations, arclength, surface area 
4.8 KB

406.1 KB

Lecture 32: Polar coordinates; area in polar coordinates 
4.6 KB

412.7 KB

Lecture 33: Exam 4 review 
5.0 KB

410.5 KB

Lecture 35: Indeterminate forms  L'Hôspital's rule 
6.3 KB

407.5 KB

Lecture 36: Improper integrals 
4.7 KB

417.6 KB

Lecture 37: Infinite series and convergence tests 
4.8 KB

439.1 KB

Lecture 38: Taylor's series 
4.7 KB

419.6 KB

Lecture 39: Final review 
5.1 KB

374.2 KB

Information  Format  Size 

MIT18.01JF07_files.xml  Metadata  [file] 
MIT18.01JF07_meta.xml  Metadata  1.7 KB 
MIT18.01JF07_reviews.xml  Metadata  4.2 KB 
Other Files  Archive BitTorrent 

MIT18.01JF07_archive.torrent 
80.0 KB

Reviewer:
malonph 
Subject:
Subtitles
Inside OCW pages you can see videos which have subtitles.
Is there any way I can download videos and see them with subtitles?
The problem is that my english is not really good and I can't understand some words, so subtitles help me a lot.
Thank you.
Also a lot of thanks to the MIT for making those great videos, you can actually enjoy learning with them.
Reviewer:
AskJer™ 
Subject:
FULL OPEN COURSE & DOWNLOAD HELP
MIT OpenCourseWare  Complete course including homework, lecture notes, and teacher assistant extras, and exams with solutions provided at this link ...
http://ocw.mit.edu/courses/mathematics/1801singlevariablecalculusfall2006/index.htm
TO DOWNLOAD VIDEO LECTURES FROM THIS SITE
[http://archive.org/details/MIT18.01JF07/]:
RightClick on video links, then select "Save target as" or "Save link as"
Reviewer:
theoddel 
Subject:
@kubz and question regarding homework
> @kubz you can rightclick in the highlighted with blue size area whether MPEG4 or Ogg format an click "save link as"
> Also does anybody know if there is any homework assignments for each lecture available? That would be great!
Reviewer:
kubz 
Subject:
How to download the video files?
How do I download the video files so that I can play them offline? When I click on the link for any of them, the video just starts playing, but there seems to be no way to download them.
Reviewer:
Pdpinch 
Subject:
Lecture 8 was an exam
Thanks for the stars!
As noted in the collection description at the top of the page, Lecture 8 was an exam and wasn't recorded.
Reviewer:
kitoy 
Subject:
Missing file?
Where is Lecture 8?
Reviewer:
Todd Carnes 
Subject:
@Liam
Considering that the files have been downloaded over 140,000, I'd say it is pretty safe to say the problem's on your end and NOT at the internet archive.
Reviewer:
liam.beistle@ttu.edu 
Subject:
Great Value
I see great value here but my Win 7(64) has failed for two weeks to allow me to download the files completely. I have used IE9, Chrome, FireFox. The file downloads suspend, end, or complete with less than full file. I even logged in as a member and the problem persists. I am now looking at the archive as the problem not the implementation. I am hoping to find an ftp location to try Filezilla. And to download via a Fedora OS. For now, I have to rate this as no rating until it can be down loaded. I have Norton and have turned it both on and off. No joy here.